Pedro Miramontes's Avatar

Pedro Miramontes

@pmiravi.bsky.social

Maestro de Matemáticas. Tlalpan CDMX San Luis Potosí

34 Followers  |  28 Following  |  10 Posts  |  Joined: 19.11.2024  |  2.0673

Latest posts by pmiravi.bsky.social on Bluesky

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I love chaos.
Made with #python #numba #numpy #matplotlib

25.05.2025 19:06 — 👍 143    🔁 22    💬 3    📌 1
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I Love Chaos: Part 2 #mathart

Made with #python #matplotlib #numpy #numba.

27.05.2025 13:11 — 👍 83    🔁 11    💬 1    📌 1
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Mercator projection (eᶻ) applied to a fractal tiling.
Made with #python #numpy #matplotlib

19.04.2025 13:22 — 👍 98    🔁 11    💬 5    📌 1
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The Ring.
720 million white dots.Each dot is a root of: 10𝑥¹⁸ - 10𝑥¹⁷ + (500i t₂¹¹ - 500t₂¹⁰ + 500t₂⁹ - 500t₂⁸ - 500i t₂⁷ - 500i t₂⁶ + 500i t₂⁵ + 500t₂⁴ + 500i t₂³ + 500i t₂² - 500i t₂ - 500i)𝑥¹¹ + (500i t₁ - 500)𝑥¹⁰ - 𝑥 + 1
t₁,t₂ ∈ ℂ, |t₁|=|t₂|=1

06.04.2025 11:06 — 👍 71    🔁 7    💬 0    📌 0
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Simple.
Made with #python #matplotlib #numpy #sympy

03.04.2025 10:51 — 👍 71    🔁 6    💬 1    📌 0
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Focus on Mathematics of Planet Earth: Theory, Data, and Models - IOPscience Accessibility Links

Addressing extreme events, tipping points, and model uncertainty with theory-driven and data-driven approaches. Submit your research to our focus issue on Mathematics of Planet Earth: Theory, Data, and Models! iopscience.iop.org/collections/...

#Complexity #networkscience 🧪

29.03.2025 09:00 — 👍 2    🔁 2    💬 0    📌 0
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600 million white points make up this image of mine on a canvas of 60000 pixels x 60000 pixels. Each point is a root of the parametric polynomial:
4𝑥⁶ + (−10𝑡₁³ + 10𝑡₁² − 10𝑡₁ + 10𝑖)𝑥² + (10𝑡₂³ − 10𝑡₂² − 10𝑡₂ + 10𝑖)𝑥
𝑡₁, 𝑡₂ ∈ ℂ, |𝑡₁| = |𝑡₂| = 1

22.03.2025 18:12 — 👍 46    🔁 12    💬 3    📌 1
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Hoy hubiera cumplido cien años Luis Miramontes Cárdenas, mi padre. En 1951, siendo estudiante de doctorado en la UNAM, sintetizó la Noretisterona, compuesto que fue la base para el primer anticonceptivo oral, facilitando que las mujeres fueran dueñas de su vida reproductiva.

16.03.2025 14:02 — 👍 0    🔁 0    💬 0    📌 0
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Convocatoria 2025 para la maestría en ciencias de la complejidad

10.03.2025 10:25 — 👍 0    🔁 1    💬 0    📌 0
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Para quienes anden en busca de un posgrado pero nada mas no se hallen con lo tradicional

10.03.2025 00:13 — 👍 0    🔁 1    💬 0    📌 0
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Felipe Ángeles también fue un académico e hizo estudios de ecuaciones diferenciales aplicadas a la balística. Vean el excelente libro de nuestro querido colega Faustino Sánchez Garduño.
rb.gy/8eygz8

02.03.2025 16:07 — 👍 1    🔁 0    💬 0    📌 0
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Today we hosted Etzel Garrido from the School of Natural Sciences (UAQ) for the seminar series #HorizonsInGenomics @liigh-unam.bsky.social

Etzel gave a seminar showing how bacteria-bacteria interactions in the surface of #toloache leaves (Datura inoxia) can influence herbivore insect performance!

24.02.2025 17:52 — 👍 8    🔁 3    💬 0    📌 0
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Lamentamos el deceso de Matías Moreno. Gran profesor y apreciado colega. Fue investigador del Instituto de Física de la UNAM y director del mismo. Por no plegarse a la Rectoría de la UNAM en tiempos de canallas, se le impidió hacer un segundo periodo.
Adios Matías

22.02.2025 03:49 — 👍 1    🔁 0    💬 0    📌 0
Anna’s Archive The world’s largest open-source open-data library. Mirrors Sci-Hub, Library Genesis, Z-Library, and more.

Libgen is down. An alternative is annas-archive.org
#Libgen

14.02.2025 17:03 — 👍 2    🔁 2    💬 0    📌 0
Screenhot of the symposium's webpage.

Screenhot of the symposium's webpage.

We would like to announce the 11th International Symposium on #Recurrence_Plots which will be held at the National Autonomous University of Mexico, September 10-12, 2025.
Abstract submission and registration now open:

symposium.recurrence-plot.tk

18.02.2025 19:56 — 👍 1    🔁 1    💬 0    📌 0
Anna’s Archive The world’s largest open-source open-data library. Mirrors Sci-Hub, Library Genesis, Z-Library, and more.

Libgen is down. An alternative is annas-archive.org
#Libgen

14.02.2025 17:03 — 👍 2    🔁 2    💬 0    📌 0
Preview
Directed recurrence networks for the analysis of nonlinear and complex dynamical systems Complex network approaches have been emerging as an analysis tool for dynamical systems. Different reconstruction methods from time series have been shown to re

Directed recurrence networks for the analysis of nonlinear and complex dynamical systems doi.org/10.1063/5.02...

13.02.2025 23:11 — 👍 2    🔁 2    💬 0    📌 0
A symmetrical mathematical visualization created from polynomial roots in the complex plane. The image features a diamond-shaped pattern composed of four identical, curving sections. Each section contains overlapping, translucent curves in shades of blue and brown that create a smoky, ethereal effect. The curves flow smoothly from one section to the next, forming elegant arcs and intersections. At each corner of the diamond, there are darker circular nodes where the curves converge. The center of the image contains a lighter, more delicate pattern of interweaving lines. The artwork is set against a white background, and at the bottom right, there is a signature reading 'Simone Couradi, 2025'. At the top of the image, there is a complex mathematical formula that generates this visual pattern. The overall effect is both precise and organic, combining mathematical rigor with artistic fluidity.

A symmetrical mathematical visualization created from polynomial roots in the complex plane. The image features a diamond-shaped pattern composed of four identical, curving sections. Each section contains overlapping, translucent curves in shades of blue and brown that create a smoky, ethereal effect. The curves flow smoothly from one section to the next, forming elegant arcs and intersections. At each corner of the diamond, there are darker circular nodes where the curves converge. The center of the image contains a lighter, more delicate pattern of interweaving lines. The artwork is set against a white background, and at the bottom right, there is a signature reading 'Simone Couradi, 2025'. At the top of the image, there is a complex mathematical formula that generates this visual pattern. The overall effect is both precise and organic, combining mathematical rigor with artistic fluidity.

"The Social Algorithm"
Made with #python #numpy #sympy #matplotlib

05.02.2025 08:08 — 👍 48    🔁 5    💬 1    📌 0
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A growing DLA cluster.
Made with #python #numpy #matplotlib
Code: github.com/profConradi/...

03.02.2025 12:37 — 👍 19    🔁 3    💬 2    📌 1
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Orbits: pure mathematical chaos creating organic art.
Made with #python #matplotlib #numpy.

02.02.2025 19:25 — 👍 39    🔁 5    💬 2    📌 0
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Orbits: pure mathematical chaos creating organic art.
Made with #python #matplotlib #numpy.

02.02.2025 20:59 — 👍 51    🔁 6    💬 0    📌 0
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2019 fue declarado el año de la Tabla Periódica de los elementos. Nuestra contribución, coordinada por nuestro querido Carlos Ruiz del CINVESTAV, demoró pero por fin salió. A mí me tocó el Rubidio.

28.01.2025 15:49 — 👍 3    🔁 0    💬 0    📌 0
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Materia optativa en la Facultad de Ciencias de la UNAM.
Bienvenidos los oyentes.
¡Comenzamos el lunes 27!

24.01.2025 13:51 — 👍 1    🔁 0    💬 0    📌 0
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La foto del día: 1. Marcos Moshinsky 2. Juan de Oyarzábal 5. Germinal Cocho 10. Mariano Bauer 13. Juan Manuel Lozano.
¿Alguien reconoce a algún otro?

19.01.2025 16:49 — 👍 2    🔁 1    💬 0    📌 0
Post image 17.01.2025 16:10 — 👍 20657    🔁 4864    💬 366    📌 203
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This is one of my drawings (made with Python) exhibited at the Mathematical Art Digital Exhibition at Queens College in New York!
I invite you to visit the online exhibition at the link in the first comment.
#MathArt #MathematicalArt #DigitalArt #SciArt #STEM #Art #Mathematics

14.12.2024 14:44 — 👍 33    🔁 3    💬 2    📌 1

"Hi there! Amazing work – it's really impressive! Would you mind sharing the code for this, please?"

07.12.2024 22:23 — 👍 1    🔁 1    💬 0    📌 0
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www.ifisica.uaslp.mx/cenzontle/

04.12.2024 23:01 — 👍 1    🔁 0    💬 0    📌 0
A glowing fractal flower pattern created using mathematical chaos theory. The image shows a delicate blue center surrounded by eight orange-red petals with bright points at their tips, all rendered with smooth gradients against a deep red background. The pattern has a soft, ethereal quality reminiscent of bioluminescence. Created using Python, NumPy and Matplotlib.

A glowing fractal flower pattern created using mathematical chaos theory. The image shows a delicate blue center surrounded by eight orange-red petals with bright points at their tips, all rendered with smooth gradients against a deep red background. The pattern has a soft, ethereal quality reminiscent of bioluminescence. Created using Python, NumPy and Matplotlib.

A chaotic attractor.
Made with #python, #numpy and #matplotlib.
#sciart #mathart

01.12.2024 18:37 — 👍 78    🔁 17    💬 2    📌 1
A fractally-generated mathematical artwork showing a pentagon-shaped pattern in shades of blue and white. The image has a bright white center that transitions to deeper blues at the edges, with circular bubble-like structures arranged in a pentagonal border. The pattern appears to be a Julia set visualization, displaying characteristic self-similar geometric patterns typical of fractal mathematics. The overall effect creates an intricate, crystalline appearance reminiscent of a snowflake or frost pattern.

A fractally-generated mathematical artwork showing a pentagon-shaped pattern in shades of blue and white. The image has a bright white center that transitions to deeper blues at the edges, with circular bubble-like structures arranged in a pentagonal border. The pattern appears to be a Julia set visualization, displaying characteristic self-similar geometric patterns typical of fractal mathematics. The overall effect creates an intricate, crystalline appearance reminiscent of a snowflake or frost pattern.

A Julia set.
Made with #python, #numpy and #matplotlib.
#sciart #mathart

30.11.2024 18:17 — 👍 115    🔁 13    💬 6    📌 1

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